STEEL

Compression Member (Strut/Column)

Steel member carrying axial thrust; capacity governed by buckling, not yield

Also calledcompression membersteel columnstrutaxially loaded compressioncolumn buckling steel
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CODES
Definition

A compression member (column, strut, truss top chord, bracing) carries axial compressive force, and unlike a tension member its strength is usually governed by buckling instability rather than material yielding. The key parameter is slenderness — the effective length divided by the radius of gyration (KL/r) — with the effective length factor K depending on end restraint (the classic Euler cases). Slender members fail elastically at the Euler load well below the squash load; stocky members approach yield.

IS 800 Cl. 7 uses the multiple-column-curve approach: the design compressive stress is obtained from a buckling-class curve (selected by section type and buckling axis) as a function of the non-dimensional slenderness, accounting for residual stresses and initial imperfections. Design is dominated by minimising effective length and choosing sections with a large, well-distributed radius of gyration (tubes/box vs. open sections); members must also be checked for local buckling of slender plate elements and, for beam-columns, combined axial-plus-bending interaction.

Where used
  • Steel column + truss compression-chord design
  • Bracing struts + portal-frame columns
  • Effective-length + slenderness assessment
  • Section selection (radius of gyration optimisation)
  • Beam-column combined axial+bending checks
Acceptance / threshold
Design compressive strength from the IS 800 Cl. 7 buckling-class curve for the governing slenderness (KL/r about the weaker axis) ≥ factored axial load; local-buckling + (for beam-columns) interaction checks also satisfied.
Frequently asked
Why is buckling important for compression members?
Unlike tension members, compression members usually fail by buckling instability well before the material yields, especially when slender — so capacity depends on effective length and radius of gyration, not just cross-sectional area.
What is slenderness ratio of a column?
The effective length divided by the radius of gyration (KL/r), where K depends on end restraint. Higher slenderness means lower buckling strength; IS 800 Cl. 7 gives the design stress as a function of slenderness via buckling-class curves.
Related terms